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- W2332783013 abstract "Many researches about the wave resistance of symmetrical body in the direction of advance on the surface of water have been made by many various authors, therefore the nature of longitudinal resistance is quite clear theoretically.However, from the practical viewpoint of turning and course stability of ships, the lateral resistance is thought to be an important problem.On the contrary, we have never found the theoretical study of lateral resistance. So the author extended the theory of wave resistance to the case of unsymmetrical body in the direction of advance and studied theoretically the lateral resistance caused by wave-making. Namely, the general formula of longitudinal and lateral resistance of any surface density of doublets F(h, o, f), with a velocity c and holding any attack angle Θ, are as follws.RD=8πρK04∫π/2-π/2(lA+mB)/(LA+MB)8{A2lL+AB(lM+mL)+B2mM}[P2+Q2]dθRL=8πρK04∫π/2-π/2(lA+mB)/(LA+MB)8{-A2lM+AB(lL-mM)+B2mL}[P2+Q2]dθwhereP=∫sF(h, o, f)e-kof(LA+MB)2 cos{K0hA/(LA+MB)2}dsQ=∫sF(h, o, f)e-kof(LA+MB)2sin{K0hA/(LA+MB)2}dsA=Lcosθ-Msinθ, B=Lsinθ+McosθK0=g/c2Applying the distribution corresponding to the submerged spheroid and ship to the aboveformulae, the author introduced the formula of lateral resistanee and made a numericalcalculation of some practical examples.In the end using the results of the above numerical calculation, the author tried to coaniderabout the essential nature of lateral resistance, with special reference to the wave patternand some interesting results were obtained." @default.
- W2332783013 created "2016-06-24" @default.
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- W2332783013 date "1952-01-01" @default.
- W2332783013 modified "2023-09-25" @default.
- W2332783013 title "On the lateral resistance of a prolate spheroid and ship" @default.
- W2332783013 cites W2316778574 @default.
- W2332783013 doi "https://doi.org/10.2534/jjasnaoe1952.1953.85_17" @default.
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